Calculus: Early Transcendental Functions

This document was uploaded by one of our users. The uploader already confirmed that they had the permission to publish it. If you are author/publisher or own the copyright of this documents, please report to us by using this DMCA report form.

Simply click on the Download Book button.

Yes, Book downloads on Ebookily are 100% Free.

Sometimes the book is free on Amazon As well, so go ahead and hit "Search on Amazon"

Students who have used Smith/Minton's "Calculus" say it is easier to read than any other math book they've used. Smith/Minton wrote the book for the students who will use it, in a language that they understand, and with the expectation that their backgrounds may have gaps. Smith/Minton provide exceptional, reality-based applications that appeal to students' interests and demonstrate the elegance of math in the world around us.Features new to the third edition include: many new exercises and examples (for a total of 7,000 exercises and 1000 examples throughout the book) provide a careful balance of routine, intermediate and challenging exercises; new exploratory exercises in every section that challenge students to make connections to previous introduced material; new commentaries ("Beyond Formulas") that encourage students to think mathematically beyond the procedures they learn; new counterpoints to the historical notes, "Today in Mathematics," stress the contemporary dynamism of mathematical research and applications, connecting past contributions to the present; and, an enhanced discussion of differential equations and additional applications of vector calculus.It also includes exceptional media resources: Within MathZone, instructors and students have access to a series of unique Conceptual Videos that help students understand key Calculus concepts that are among the most difficult to comprehend, Interactive Applets that help students master concepts and procedures, algorithmically generated exercises, and, "e-Professor" animations.

Author(s): Robert Smith, Roland Minton
Edition: 3
Publisher: McGraw-Hill Science\/Engineering\/Math
Year: 2007

Language: English
Commentary: missing front matter
Pages: 1286

ch00_01......Page 1
ch00_02......Page 20
ch00_03......Page 30
ch00_04......Page 37
ch00_05......Page 50
ch00_06......Page 63
ch01_01......Page 72
ch01_02......Page 78
ch01_03......Page 87
ch01_04......Page 98
ch01_05......Page 111
ch01_06......Page 123
ch01_07......Page 137
ch02_01......Page 145
ch02_02......Page 158
ch02_03......Page 170
ch02_04......Page 181
ch02_05......Page 190
ch02_06......Page 197
ch02_07......Page 208
ch02_08......Page 218
ch02_09......Page 229
ch03_01......Page 239
ch03_02......Page 253
ch03_03......Page 264
ch03_04......Page 277
ch03_05......Page 287
ch03_06......Page 298
ch03_07......Page 310
ch03_08......Page 323
ch03_09......Page 330
ch04_01......Page 342
ch04_02......Page 353
ch04_03......Page 362
ch04_04......Page 370
ch04_05......Page 385
ch04_06......Page 396
ch04_07......Page 406
ch04_08......Page 420
ch05_01......Page 431
ch05_02......Page 441
ch05_03......Page 457
ch05_04......Page 466
ch05_05......Page 475
ch05_06......Page 488
ch05_07......Page 501
ch06_01......Page 511
ch06_02......Page 516
ch06_03......Page 524
ch06_04......Page 534
ch06_05......Page 543
ch06_06......Page 552
ch07_01......Page 568
ch07_02......Page 580
ch07_03......Page 591
ch07_04......Page 604
ch08_01......Page 613
ch08_02......Page 628
ch08_03......Page 639
ch08_04......Page 652
ch08_05......Page 660
ch08_06......Page 669
ch08_07......Page 678
ch08_08......Page 692
ch08_09......Page 702
ch09_01......Page 718
ch09_02......Page 728
ch09_03......Page 737
ch09_04......Page 746
ch09_05......Page 759
ch09_06......Page 769
ch09_07......Page 780
ch10_01......Page 787
ch10_02......Page 798
ch10_03......Page 807
ch10_04......Page 819
ch10_05......Page 833
ch10_06......Page 842
ch11_01......Page 855
ch11_02......Page 867
ch11_03......Page 879
ch11_04......Page 891
ch11_05......Page 900
ch11_06......Page 914
ch12_01......Page 925
ch12_02......Page 943
ch12_03......Page 957
ch12_04......Page 970
ch12_05......Page 982
ch12_06......Page 993
ch12_07......Page 1006
ch12_08......Page 1022
ch13_01......Page 1039
ch13_02......Page 1057
ch13_03......Page 1070
ch13_04......Page 1079
ch13_05......Page 1086
ch13_06......Page 1098
ch13_07......Page 1107
ch13_08......Page 1116
ch14_01......Page 1131
ch14_02......Page 1147
ch14_03......Page 1163
ch14_04......Page 1174
ch14_05......Page 1184
ch14_06......Page 1196
ch14_07......Page 1210
ch14_08......Page 1220
ch14_09......Page 1230
ch15_01......Page 1243
ch15_02......Page 1253
ch15_03......Page 1263
ch15_04......Page 1273